Construct an equilateral quadrilateral in Euclidean Geometry? What can we say about the following? Prove your results a. Interior Angles - Two sets of opposite congruent angles b. Side lengths - All the sides are congruent to each other c. Number of parallel sides Two set of parallel lines d. Diagonals Two diagonals, which makes two congruent triangles. e. What is the standard name for this class of quadrilaterals? Equilateral G GH = 7.06344 EG = 7.06344 2.04844 rad H 109315 rad E 4.09315 rad FH = 7.06344 PE4844 rad FE = 7.06344

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Statements and Logic

Logic is the analysis of general patterns of thoughts without regard to any specific sense of context.